Theory of computation-unit 2(sem 5)
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Unit–II: Regular Expressions and Languages contians: Introduction, Operators of RE, Precedence of operators, Algebraic laws for RE, Language to Regular Expressions, Equivalence of two REs, Kleene’s theorem. Conversions: RE to NFA, DFA, DFA to RE using Arden’s theorem, Pumping Lemma for Regular languages, Closure(union, intersection, complementation, concatenation, Kleene closure) and Decision properties of Regular languages( Membership, Emptiness,Finiteness and Infiniteness) The Myhill–Nerode Theorem
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